How do u set this up -> Five times the difference between a number and two is greater than the quotient of two times the number and three. Find the smallest integer that will satisfy the inequality.
Let the number be n. Five times the difference between the number and 2: \[\implies 5(n-2)\] The quotient of two times the number and 3: \[\implies{ 2n\over 3}\] That help?
"a number" is represented as x so "the difference between a number and two" is x - 2 "five times the difference between a number and two" is 5(x - 2) "is greater than" is the symbol > "the quotient of two times a number and 3" means 2x/3 (quotient means division) put it all together and you get the mathematical sentance 5(x - 2) > 2x/3
yes very much thanks :)
Thanks for the explanation it really helped :)
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